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2>3的哲理2>3,这在数学中是不能成立的虚拟,而在战史上却是屡见不鲜的事实。恩格斯在《反杜林论》中谈到量与质的辩证关系时,引用了拿破仑的一段精彩议论。拿破仑说:“两个马木留克兵绝对能打赢三个法国兵,一百个法国兵与一百个马木留克兵势均力敌,三百个法国兵大都能战胜三百个马木留克兵,而一千个法国兵则总能打败一千五百个马木留克兵。”(《反杜林论》第一二六页)法国骑兵在数量占优势时失败,数量占劣势时反而获胜,而埃及骑兵则相
2> 3 philosophy 2> 3, which can not be established in mathematics in the virtual, but in the history of the war is not uncommon in fact. When Engels talked about the dialectical relationship between quantity and quality in Anti-Duhring, he quoted a wonderful discussion by Napoleon. Napoleon said: “The two Mamluk soldiers can absolutely win three French soldiers. One hundred French soldiers and one hundred Mamuurk soldiers are evenly matched. Three hundred French soldiers are able to defeat 300 Mamuu reservoirs. And one thousand French soldiers will always be able to defeat a total of 1500 Amulets. ”(“ Anti-Dühring ”, p. 126) French cavalry failed in number dominance and accounted for a disadvantage But won, while the Egyptian cavalry phase